Título | A note on the convex structure of uncertainty measures on MV-algebras |

Publication Type | Conference Paper |

Year of Publication | 2013 |

Authors | Flaminio T [1], Godo L [2] |

Conference Name | Synergies of Soft Computing and Statistics for Intelligent Data Analysis –6th International Conference on Soft Methods for Probability and Statistics (SMPS 2012) |

Volume | 190 |

Edition | R. Kruse et al. |

Editorial | Springer Berlin Heidelberg |

Conference Location | Konstanz (Germany) |

Paginación | 73-82 |

Date Published | 04/10/2012 |

Resumen | In this paper we address the issue of providing a geometrical characterization for the decision problem of asking whether a partial assignment $\beta:f_i\mapsto\alpha_i$ mapping {\em fuzzy events} $f_i$ into real numbers $\alpha_i$ $(i = 1, \ldots,n)$ extends to a generalized belief function on fuzzy sets, according to a suitable definition. We will characterize this problem in a way that allows to treat it as the membership problem of a point to a specific convex set. |